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Motivated by a sampling algorithm for discrete spaces, variation of the slice sampler continuous spaces is introduced. It utilizes latent variables and related to Neal's sampler. The key difference that additional allow sequential stepping out or doubling procedures, which makes basic difficult use in high dimensional problems, be avoided. On other hand, applicable on problems where can all tre...

We study the spherical slice transform [Formula: see text] which assigns to a function f on unit sphere S n in integrals of over cross-sections by k-dimensional affine planes passing through north pole (0,…, 0, 1). These transforms are known when k = n. consider all 2 ≤ and obtain an explicit formula connecting with classical (k − 1)-plane Radon–John text]. Using this connection, facts for R k−...

introduction: filtering can greatly affect the quality of clinical images. determining the best filter and the proper degree of smoothing can help to ensure the most accurate diagnosis. methods: forty five patient’s data aquired during brain phantom spect studies were reconstructed using filtered back-projection technique. the ramp, shepp-logan, cosine, hamming, hanning, butterworth, metz and w...

This paper describes the protocol for generating thin (approximately 100 microm) slices of the zebrafish retina. Retinal slices retain the cytoarchitecture and synaptic contacts found in vivo, allowing neurons to be identified prior to physiological recordings. These characteristics distinguish retinal slices from both isolated cell and eyecup preparations. Studies using the zebrafish retinal s...

In this paper we offer a new definition of monogenicity for functions defined on R with values in the Clifford algebra Rn following an idea inspired by the recent papers [6], [7]. This new class of monogenic functions contains the polynomials (and, more in general, power series) with coefficients in the Clifford algebra Rn. We will prove a Cauchy integral formula as well as some of its conseque...